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Conservative system
Role of Nonlinear Dynamics and Chaos in Applied Sciences
Arxiv:0705.0033V3 [Math.DS]
Dissipative Dynamical Systems and Their Attractors
Energy Cycle for the Lorenz Attractor
Transformations)
Strong Chaos Without Butter Y E Ect in Dynamical Systems with Feedback
Frequently Asked Questions About Nonlinear Science J.D
Some Examples in Ergodic Theory
Activated Random Walks Arxiv:1507.04341V1 [Math.PR] 15 Jul 2015
Spontaneous Breakdown of the Time Reversal Symmetry
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Modeling and Analysis of a Three-Terminal-Memristor-Based Conservative Chaotic System
Ergodic Theory of Chaos and Strange Attractors J.-P
ERGODIC THEORY of DIFFERENTIABLE DYNAMICAL SYSTEMS
Some Results on the Dynamics of Conservative and Dissipative Systems with Applications to Celestial Mechanics
Synchronization and Control of Chaotic Systems. Spatio-Temporal Structures and Applications to Communications
Σ-FINITE INVARIANT DENSITIES for EVENTUALLY CONSERVATIVE MARKOV OPERATORS Hisayoshi Toyokawa
Dynamical Systems Notes
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Arxiv:2010.04636V3 [Math.DS] 28 Feb 2021
Hamiltonian Systems
RANDOMNICITY Rules and Randomness in the Realm of the Infinite Copyright © 2008 by Imperial College Press All Rights Reserved
Neurokit2 Release 0.0.35
Chaos at Fifty
Integrability and Attractors
An Introductory Course in Subquantum Mechanics Alberto Ottolenghi
Nonlinear Control Using Linearizing Transformations
Chaos and Fractals: Understanding the Unpredictable by Michael Thompson Dept of Applied Maths & Theoretical Physics, Cambri
The Chaotic Motion of a Double Pendulum
On the Predictability of 30-Day Global Mesoscale Simulations of Multiple African Easterly Waves During Summer 2006: a View with a Generalized Lorenz Model
Ergodic Theory, Randomness, and "Chaos"
A New Hamiltonian Chaotic System with Coexisting Chaotic Orbits and Its Dynamical Analysis
Path Probability and an Extension of Least Action Principle to Random Motion Tongling Lin
Hyperchaos in a Conservative System with Nonhyperbolic Fixed Points
Ordinary Difference Eq of Order R = R-Order Ode
Arxiv:1908.04019V1 [Math.DS]